ФАЗО ФАЗООСТЛАРИНИНГ ГЕОМЕТРИЯЛАРИ

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Nashr qilingan: sen 12, 2024
Kalit so‘zlar:
Ko’pxillik, fazoosti, psevdoizotrop fazo, giperbolik fazo, ajraluvchi metrika, izotrop vektor, haqiqiy, mavhum va nol radiusli sferalar, izotrop konus.

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Botirjon Mamadaliev
Fergana State University
Madinabonu Davlatboeva
Fergana State University

Annotatsiya

Ushbu maqolada besh o‘lchovli ikki indeksli psevdoevklid fazosining fazoosti geometriyalari va ko‘pxilliklari o‘rganilgan. Geometriya haqiqiy radiusli sferada aniqlanadi. Uch va to‘rt o‘lchovli barcha giperbolik fazolarning mavjudligi, shuningdek maksimal o‘lchamdagi ko‘pxilliklar isbotlangan.

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Qanday qilib iqtibos keltirish kerak
Mamadaliev , B., & Davlatboeva , M. (2024). ФАЗО ФАЗООСТЛАРИНИНГ ГЕОМЕТРИЯЛАРИ. Farg’ona Davlat Universiteti, 30(3), 333. Retrieved from https://journal.fdu.uz/index.php/sjfsu/article/view/4502
Maqola
№. 3 (2024): FarDU.Ilmiy xabarlar jurnali. Ilova to'plam (Aniq va tabiiy fanlar)
Bo‘lim
Matematika
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Mualliflar biografiyasi

Botirjon Mamadaliev , Fergana State University

Fergana State University, Doctor of Philosophy of Physical and Mathematical Sciences (PhD)

Madinabonu Davlatboeva , Fergana State University

student at Fergana State University

Foydalaniladigan adabiyotlar

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. А.Артыкбаев., Соколов Д. Д. Геометрия в целом в плоском пространсве – времени, Ташкент: Фан, 1990., 180с.

. Artykbaev A., Sultanov B.M. Invariants of a second-order curves under a special linear transformation // Uzbek mathematical journal. №3. (2019), pp.19-26.

. Artykbayev A., Mamadaliyev B.M. Geometry of Two-Dimensional Surfaces in Space // Lobachevskii Journal of Mathematics, 2023. Volume 44, Issue 4. –P. 1243-1247. (3. Scopus Q2, Cite Score IF=0.42).

. Mamadaliyev B.M. Geometry of complete two-dimensional surfaces in a five-dimensional pseudo-euclidean space of index two // Bulletin of the Institute of Mathematics, 2023. Volume. 6, Issue 2, –P 31-43. (01.00.00. № 6).